Quellcodebibliothek Statistik Leitseite products/sources/formale Sprachen/GAP/pkg/gradedmodules/doc/   (Algebra von RWTH Aachen Version 4.15.1©)  Datei vom 22.11.2024 mit Größe 3 kB image not shown  

Quelle  manual.lab   Sprache: unbekannt

 
\GAPDocLabFile{gradedmodules}
\makelabel{gradedmodules:Title page}{}{X7D2C85EC87DD46E5}
\makelabel{gradedmodules:Copyright}{}{X81488B807F2A1CF1}
\makelabel{gradedmodules:Table of Contents}{}{X8537FEB07AF2BEC8}
\makelabel{gradedmodules:Installation of the GradedModules Package}{1}{X80C2F0867ADFF1C8}
\makelabel{gradedmodules:Ring Maps}{2}{X7B222197819984A6}
\makelabel{gradedmodules:Ring Maps: Attributes}{2.1}{X7EBF1DD67BD0758F}
\makelabel{gradedmodules:Ring Maps: Operations and Functions}{2.2}{X7C7401BA7E2221CB}
\makelabel{gradedmodules:GradedModules}{3}{X78B70E1D86624AC1}
\makelabel{gradedmodules:GradedModules: Category and Representations}{3.1}{X84BE86BD7CAFCA5F}
\makelabel{gradedmodules:GradedModules: Constructors}{3.2}{X7B3AF789845366C0}
\makelabel{gradedmodules:GradedModules: Properties}{3.3}{X858BEC417BE013FE}
\makelabel{gradedmodules:GradedModules: Attributes}{3.4}{X7EEE66BA7E3A4CB8}
\makelabel{gradedmodules:LISHV: Logical Implications for GradedModules}{3.5}{X795320C4829D4F67}
\makelabel{gradedmodules:GradedModules: Operations and Functions}{3.6}{X877CA99B7CB05AD2}
\makelabel{gradedmodules:The Tate Resolution}{4}{X7FE838537D4DF8E7}
\makelabel{gradedmodules:The Tate Resolution: Operations and Functions}{4.1}{X83CE0B0785329667}
\makelabel{gradedmodules:Examples}{5}{X7A489A5D79DA9E5C}
\makelabel{gradedmodules:Betti Diagrams}{5.1}{X81A7E0D380CE7F31}
\makelabel{gradedmodules:DE-2.2}{5.1.1}{X8441906E83F6845D}
\makelabel{gradedmodules:DE-Code}{5.1.2}{X7E32106D7B13B8D9}
\makelabel{gradedmodules:Schenck-3.2}{5.1.3}{X793A69C4805C6819}
\makelabel{gradedmodules:Schenck-8.3}{5.1.4}{X7E8F44338461DC08}
\makelabel{gradedmodules:Schenck-8.3.3}{5.1.5}{X7B672C498385F92F}
\makelabel{gradedmodules:Commutative Algebra}{5.2}{X85CF19B87D1C375F}
\makelabel{gradedmodules:Saturate}{5.2.1}{X7EA4CC697C01E080}
\makelabel{gradedmodules:Global Section Modules of the Induced Sheaves}{5.3}{X86AF934C83004BF2}
\makelabel{gradedmodules:Examples of the ModuleOfGlobalSections Functor and Purity Filtrations}{5.3.1}{X87EE931187E2226C}
\makelabel{gradedmodules:Horrocks Mumford bundle}{5.3.2}{X7DD8F76D7A4206E3}
\makelabel{gradedmodules:Bibliography}{Bib}{X7A6F98FD85F02BFE}
\makelabel{gradedmodules:References}{Bib}{X7A6F98FD85F02BFE}
\makelabel{gradedmodules:Index}{Ind}{X83A0356F839C696F}
\makelabel{gradedmodules:GradedModules}{}{X8537FEB07AF2BEC8}
\makelabel{gradedmodules:KernelSubobject}{2.1.1}{X87C00FFB79FA93A8}
\makelabel{gradedmodules:SegreMap}{2.2.1}{X7B7DDDA17837AEF5}
\makelabel{gradedmodules:PlueckerMap}{2.2.2}{X78E0B36179C5646C}
\makelabel{gradedmodules:VeroneseMap}{2.2.3}{X816B9AB287EEF9A5}
\makelabel{gradedmodules:BettiTable for modules}{3.4.1}{X78E2B4AD7F671293}
\makelabel{gradedmodules:CastelnuovoMumfordRegularity}{3.4.2}{X854A879B8705130F}
\makelabel{gradedmodules:CastelnuovoMumfordRegularityOfSheafification}{3.4.3}{X7CB0AA408287A8E2}
\makelabel{gradedmodules:MonomialMap}{3.6.1}{X7E7BA9887C435CD4}
\makelabel{gradedmodules:RandomMatrix}{3.6.2}{X86CB265786A878D8}
\makelabel{gradedmodules:GeneratorsOfHomogeneousPart}{3.6.3}{X78127AB787A5C681}
\makelabel{gradedmodules:SubmoduleGeneratedByHomogeneousPart}{3.6.4}{X86E9CD307823CC52}
\makelabel{gradedmodules:RepresentationMapOfRingElement}{3.6.5}{X870CC71A801346E5}
\makelabel{gradedmodules:RepresentationMatrixOfKoszulId}{3.6.6}{X797D315F87081C55}
\makelabel{gradedmodules:RepresentationMapOfKoszulId}{3.6.7}{X7DBC9F4F827B4F01}
\makelabel{gradedmodules:KoszulRightAdjoint}{3.6.8}{X7C2D50247FFA3704}
\makelabel{gradedmodules:HomogeneousPartOverCoefficientsRing}{3.6.9}{X78E9B52D87FC5F3C}
\makelabel{gradedmodules:TateResolution}{4.1.1}{X7A9DCED27D5F0D67}

[ Dauer der Verarbeitung: 0.24 Sekunden  (vorverarbeitet)  ]